Use the following Media4Math resources with this Illustrative Math lesson.
Thumbnail Image | Title | Body | Curriculum Nodes |
---|---|---|---|
Math Video Collection: Geometry Applications Video Series: Circles |
OverviewThis collection aggregates all the math videos and resources in this series: Geometry Applications Video Series: Circles. There are a total of 13 resources. This collection of resources is made up of downloadable MP4, transcripts, and other resources files that you can easily incorporate into a presentation.
|
Applications of Circles and Definition of a Circle | |
Math Video Collection: Geometry Applications Video Series: Circles |
OverviewThis collection aggregates all the math videos and resources in this series: Geometry Applications Video Series: Circles. There are a total of 13 resources. This collection of resources is made up of downloadable MP4, transcripts, and other resources files that you can easily incorporate into a presentation.
|
Applications of Circles and Definition of a Circle | |
Math Video Collection: Geometry Applications Video Series: Circles |
OverviewThis collection aggregates all the math videos and resources in this series: Geometry Applications Video Series: Circles. There are a total of 13 resources. This collection of resources is made up of downloadable MP4, transcripts, and other resources files that you can easily incorporate into a presentation.
|
Applications of Circles and Definition of a Circle | |
Math Video Collection: Geometry Applications Video Series: Circles |
OverviewThis collection aggregates all the math videos and resources in this series: Geometry Applications Video Series: Circles. There are a total of 13 resources. This collection of resources is made up of downloadable MP4, transcripts, and other resources files that you can easily incorporate into a presentation.
|
Applications of Circles and Definition of a Circle | |
Math Video Collection: Geometry Applications Video Series: Circles |
OverviewThis collection aggregates all the math videos and resources in this series: Geometry Applications Video Series: Circles. There are a total of 13 resources. This collection of resources is made up of downloadable MP4, transcripts, and other resources files that you can easily incorporate into a presentation.
|
Applications of Circles and Definition of a Circle | |
Math Video Collection: Geometry Applications Video Series: Circles |
OverviewThis collection aggregates all the math videos and resources in this series: Geometry Applications Video Series: Circles. There are a total of 13 resources. This collection of resources is made up of downloadable MP4, transcripts, and other resources files that you can easily incorporate into a presentation.
|
Applications of Circles and Definition of a Circle | |
Definition--Circle Concepts--Circle Inscribed in a Triangle | Circle Inscribed in a TriangleTopicCircles DefinitionAn inscribed circle in a triangle is tangent to each of the triangle's sides. |
Definition of a Circle | |
Definition--Circle Concepts--Circle Inscribed in a Triangle | Circle Inscribed in a TriangleTopicCircles DefinitionAn inscribed circle in a triangle is tangent to each of the triangle's sides. |
Definition of a Circle | |
Definition--Circle Concepts--Circle Inscribed in a Triangle | Circle Inscribed in a TriangleTopicCircles DefinitionAn inscribed circle in a triangle is tangent to each of the triangle's sides. |
Definition of a Circle | |
Definition--Circle Concepts--Circumcenter of Triangle | Circumcenter of TriangleTopicCircles DefinitionThe circumcenter of a triangle is the point where the perpendicular bisectors of the sides intersect, equidistant from the vertices. |
Definition of a Circle | |
Definition--Circle Concepts--Circumcenter of Triangle | Circumcenter of TriangleTopicCircles DefinitionThe circumcenter of a triangle is the point where the perpendicular bisectors of the sides intersect, equidistant from the vertices. |
Definition of a Circle | |
Definition--Circle Concepts--Circumcenter of Triangle | Circumcenter of TriangleTopicCircles DefinitionThe circumcenter of a triangle is the point where the perpendicular bisectors of the sides intersect, equidistant from the vertices. |
Definition of a Circle | |
Definition--Circle Concepts--Incenter of a Triangle | Incenter of a TriangleTopicCircles DefinitionThe incenter of a triangle is the point where the angle bisectors intersect, equidistant from the sides. |
Definition of a Circle | |
Definition--Circle Concepts--Incenter of a Triangle | Incenter of a TriangleTopicCircles DefinitionThe incenter of a triangle is the point where the angle bisectors intersect, equidistant from the sides. |
Definition of a Circle | |
Definition--Circle Concepts--Incenter of a Triangle | Incenter of a TriangleTopicCircles DefinitionThe incenter of a triangle is the point where the angle bisectors intersect, equidistant from the sides. |
Definition of a Circle | |
Definition--Circle Concepts--Inscribed Angle | Inscribed AngleTopicCircles DefinitionAn inscribed angle is an angle formed by two chords in a circle that share an endpoint. |
Definition of a Circle | |
Definition--Circle Concepts--Inscribed Angle | Inscribed AngleTopicCircles DefinitionAn inscribed angle is an angle formed by two chords in a circle that share an endpoint. |
Definition of a Circle | |
Definition--Circle Concepts--Inscribed Angle | Inscribed AngleTopicCircles DefinitionAn inscribed angle is an angle formed by two chords in a circle that share an endpoint. |
Definition of a Circle | |
Definition--Circle Concepts--Hexagon Inscribed in a Circle | Hexagon Inscribed in a CircleTopicCircles DefinitionA hexagon inscribed in a circle is a six-sided polygon where each vertex touches the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Hexagon Inscribed in a Circle | Hexagon Inscribed in a CircleTopicCircles DefinitionA hexagon inscribed in a circle is a six-sided polygon where each vertex touches the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Hexagon Inscribed in a Circle | Hexagon Inscribed in a CircleTopicCircles DefinitionA hexagon inscribed in a circle is a six-sided polygon where each vertex touches the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Square Inscribed in a Circle | Square Inscribed in a CircleTopicCircles DefinitionA square inscribed in a circle has its vertices touching the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Square Inscribed in a Circle | Square Inscribed in a CircleTopicCircles DefinitionA square inscribed in a circle has its vertices touching the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Square Inscribed in a Circle | Square Inscribed in a CircleTopicCircles DefinitionA square inscribed in a circle has its vertices touching the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Triangle Inscribed in a Circle | Triangle Inscribed in a CircleTopicCircles DefinitionA triangle inscribed in a circle has its vertices on the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Triangle Inscribed in a Circle | Triangle Inscribed in a CircleTopicCircles DefinitionA triangle inscribed in a circle has its vertices on the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Triangle Inscribed in a Circle | Triangle Inscribed in a CircleTopicCircles DefinitionA triangle inscribed in a circle has its vertices on the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Point of Tangency to a Circle | Point of Tangency to a CircleTopicCircles DefinitionThe point of tangency is the point where a tangent line touches the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Point of Tangency to a Circle | Point of Tangency to a CircleTopicCircles DefinitionThe point of tangency is the point where a tangent line touches the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Point of Tangency to a Circle | Point of Tangency to a CircleTopicCircles DefinitionThe point of tangency is the point where a tangent line touches the circle. |
Definition of a Circle | |
Definition--Circle Concepts--Concentric Circles | Concentric CirclesTopicCircles DefinitionConcentric circles are circles that share the same center but have different radii. |
Definition of a Circle | |
Definition--Circle Concepts--Concentric Circles | Concentric CirclesTopicCircles DefinitionConcentric circles are circles that share the same center but have different radii. |
Definition of a Circle | |
Definition--Circle Concepts--Concentric Circles | Concentric CirclesTopicCircles DefinitionConcentric circles are circles that share the same center but have different radii. |
Definition of a Circle | |
Definition--Circle Concepts--Tangent Circles | Tangent CirclesTopicCircles DefinitionTangent circles are two or more circles that intersect at exactly one point. |
Definition of a Circle | |
Definition--Circle Concepts--Tangent Circles | Tangent CirclesTopicCircles DefinitionTangent circles are two or more circles that intersect at exactly one point. |
Definition of a Circle | |
Definition--Circle Concepts--Tangent Circles | Tangent CirclesTopicCircles DefinitionTangent circles are two or more circles that intersect at exactly one point. |
Definition of a Circle | |
Definition--Circle Concepts--Tangent Circles | Tangent CirclesTopicCircles DefinitionTangent circles are two or more circles that intersect at exactly one point. |
Definition of a Circle | |
Definition--Circle Concepts--Circles on a Coordinate Plane | Circles on a Coordinate PlaneTopicCircles DefinitionCircles on a coordinate plane are defined by their center coordinates and radius. DescriptionUnderstanding circles on a coordinate plane is essential for analyzing geometric shapes in a mathematical context. This concept is widely used in computer graphics, navigation systems, and physics simulations, where precise positioning and movement of circular objects are required. The standard equation of a circle in the coordinate plane is (x − h)2 + (y − k)2 = r2 |
Definition of a Circle | |
Definition--Circle Concepts--Circles on a Coordinate Plane | Circles on a Coordinate PlaneTopicCircles DefinitionCircles on a coordinate plane are defined by their center coordinates and radius. DescriptionUnderstanding circles on a coordinate plane is essential for analyzing geometric shapes in a mathematical context. This concept is widely used in computer graphics, navigation systems, and physics simulations, where precise positioning and movement of circular objects are required. The standard equation of a circle in the coordinate plane is (x − h)2 + (y − k)2 = r2 |
Definition of a Circle | |
Definition--Circle Concepts--Circles on a Coordinate Plane | Circles on a Coordinate PlaneTopicCircles DefinitionCircles on a coordinate plane are defined by their center coordinates and radius. DescriptionUnderstanding circles on a coordinate plane is essential for analyzing geometric shapes in a mathematical context. This concept is widely used in computer graphics, navigation systems, and physics simulations, where precise positioning and movement of circular objects are required. The standard equation of a circle in the coordinate plane is (x − h)2 + (y − k)2 = r2 |
Definition of a Circle | |
Definition--Circle Concepts--Circular Cross-Sections | Circular Cross-SectionsTopicCircles DefinitionCircular cross-sections are the intersections of a plane with a solid that result in a circle. |
Definition of a Circle | |
Definition--Circle Concepts--Circular Cross-Sections | Circular Cross-SectionsTopicCircles DefinitionCircular cross-sections are the intersections of a plane with a solid that result in a circle. |
Definition of a Circle | |
Definition--Circle Concepts--Circular Cross-Sections | Circular Cross-SectionsTopicCircles DefinitionCircular cross-sections are the intersections of a plane with a solid that result in a circle. |
Definition of a Circle | |
Definition--Circle Concepts--Equation of a Circles | Equation of a CircleTopicCircles DefinitionThe equation of a circle in a plane is (x − h)2 + (y − k)2 = r2, where (h , k) is the center and r is the radius. |
Definition of a Circle | |
Definition--Circle Concepts--Equation of a Circles | Equation of a CircleTopicCircles DefinitionThe equation of a circle in a plane is (x − h)2 + (y − k)2 = r2, where (h , k) is the center and r is the radius. |
Definition of a Circle | |
Definition--Circle Concepts--Equation of a Circles | Equation of a CircleTopicCircles DefinitionThe equation of a circle in a plane is (x − h)2 + (y − k)2 = r2, where (h , k) is the center and r is the radius. |
Definition of a Circle | |
Definition--Circle Concepts--Ratio of Circumference to Diameter | Ratio of Circumference to DiameterTopicCircles DefinitionThe ratio of the circumference to the diameter of a circle is the constant π. |
Definition of a Circle | |
Definition--Circle Concepts--Ratio of Circumference to Diameter | Ratio of Circumference to DiameterTopicCircles DefinitionThe ratio of the circumference to the diameter of a circle is the constant π. |
Definition of a Circle | |
Definition--Circle Concepts--Ratio of Circumference to Diameter | Ratio of Circumference to DiameterTopicCircles DefinitionThe ratio of the circumference to the diameter of a circle is the constant π. |
Definition of a Circle | |
Definition--Circle Concepts--Circumference | CircumferenceTopicCircles DefinitionThe circumference of a circle is the distance around the circle, calculated as C = 2πr. DescriptionThe circumference is a fundamental concept in geometry, representing the perimeter of a circle. It is widely used in fields such as engineering, design, and manufacturing, where precise measurements of circular objects are required. The formula C = 2πr |
Definition of a Circle |